Stable subgroups of finitely generated groups were introduced by Durham and Taylor as a generalisation of the quasiconvex subgroups of hyperbolic groups. They also nicely coincide with many other classes of subgroups: in the general case they are the hyperbolic Morse subgroups, in mapping class groups they are the convex cocompact subgroups, and in right-angled Artin groups they are the purely loxodromic subgroups. In this talk we will extend this to a characterisation of the stable subgroups of graph products with infinite vertex groups. This is joint work with Sahana Balasubramanya, Marissa Chesser, Johanna Mangahas, and Marie Trin.
Stable subgroups in graph products
16.12.2025 15:00 - 16:30
Organiser:
G. Arzhantseva, Ch. Cashen
Location: